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Binary to Hex Converter - Convert Binary to Hexadecimal Online

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Binary to Hex Converter

The Binary to Hex Converter instantly converts binary numbers (base-2) into their hexadecimal (base-16) equivalents. This free online tool is ideal for programmers, embedded systems engineers, computer science students, and digital electronics professionals.

Hexadecimal is the most commonly used compact representation of binary data in programming, memory addressing, color codes, and hardware registers. Each hex digit represents exactly four binary bits (a nibble).

Examples

1010          → A
110111101010  → 37A
11111111      → FF
10000000      → 80

Definition

Binary to Hex conversion groups binary digits into sets of four (nibbles) from right to left, then maps each nibble to a single hexadecimal digit (0–9, A–F).

What is a Binary Number?

Binary is the base-2 numeral system using only 0 and 1. It is the native language of computers and all digital circuits.

What is a Hexadecimal Number?

Hexadecimal (hex) is the base-16 numeral system using digits 0–9 and letters A–F. It provides a human-readable, compact representation of binary data and is widely used in programming, memory addresses, color values, and low-level hardware interfaces.

How to Convert Binary to Hexadecimal

  1. Group the binary digits into sets of four (nibbles), starting from the right.
  2. Pad with leading zeros on the left if the number of bits is not a multiple of 4.
  3. Replace each 4-bit group with its corresponding hex digit.

Binary to Hex Formula

Group binary digits in sets of 4 from right to left.
Map each nibble to hex:

0000 → 0    0001 → 1    0010 → 2    0011 → 3
0100 → 4    0101 → 5    0110 → 6    0111 → 7
1000 → 8    1001 → 9    1010 → A    1011 → B
1100 → C    1101 → D    1110 → E    1111 → F

Example

Binary = 110111101010

Group: 0011 | 0111 | 1010

0011 → 3
0111 → 7
1010 → A

Hexadecimal = 37A

Binary to Hex Conversion Table

Binary Hex Decimal
000000
000111
001022
001133
010044
010155
011066
011177
100088
100199
1010A10
1011B11
1100C12
1101D13
1110E14
1111F15
11111111FF255

Applications of Binary to Hex Conversion

  • Memory Address Representation
  • Color Code (RGB Hex) Specification
  • Machine Code and Assembly Language
  • Network Protocol Analysis
  • Cryptography and Hashing
  • Embedded Systems and Firmware Development
  • Debugging and Reverse Engineering
  • Computer Science Education

Programming Examples

Python

hex(int('110111101010', 2))

Output

'0x37a'
JavaScript

parseInt('110111101010', 2).toString(16).toUpperCase()

Output

'37A'
C

printf("%X", strtol("110111101010", NULL, 2));

Frequently Asked Questions

What is a Binary to Hex Converter?

A Binary to Hex Converter is a tool that converts binary (base-2) numbers into hexadecimal (base-16) values by grouping binary digits into 4-bit nibbles and mapping each to a hex digit.

How do I convert binary to hexadecimal?

Group binary digits into sets of four from right to left, pad with leading zeros if needed, then replace each group with its hex equivalent (0–9, A–F).

What is binary 11111111 in hex?

Binary 11111111 equals hexadecimal FF, which is 255 in decimal.

What is binary 1010 in hex?

Binary 1010 equals hexadecimal A, which is 10 in decimal.

Why is hexadecimal preferred over binary in programming?

Hexadecimal is preferred because it is much more compact than binary. One hex digit represents four binary bits, making long binary strings significantly shorter and easier to read.

Is this Binary to Hex Converter free?

Yes. This online Binary to Hex Converter is completely free to use and works directly in your browser without any installation or registration.